• Title/Summary/Keyword: Geometrical

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Observation of Geometrical Waves by Solid Elastic Cylinders at Large K-A (Ka 가 큰 원통에서의 Geometrical wave 관찰)

  • 노희설
    • Proceedings of the Acoustical Society of Korea Conference
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    • 1985.10a
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    • pp.19-22
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    • 1985
  • 철(Iron)을 재질로한 ka가 큰 원통에서의 산란파를 측정 분석하였다. ka가 클 경우 산란파는 주로 Geometrical wave에 의해 구성되며, 이 Geometrical wave는 기하광학의 법칙을 따르게 된다. 본 연구에서는 각 mode의 Geometrical wave에 대하여 송.수신 위치에 따른 이론적인 펄스 도달 시간과 측정 분석된 도달시간을 비교하여 Geometrical wave를 관찰하였다.

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NON-GEOMETRICAL CONSTANTS OF THE MOTION FOR THE MAXIMALLY SYMMETRIC SPACETIMES

  • DEHGHANI M. H.
    • Journal of The Korean Astronomical Society
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    • v.29 no.spc1
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    • pp.285-286
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    • 1996
  • A systematric method of exploring the 'geometrical' and 'non-geometrical' constants of the motion for an arbitrary spacetime is presented. This is done by introducing a series of coupled differential equation for the generators of the symmetry group of Vlasov's equation. The method is applied to the case of the maximaly symmetric spectime, and the geometrical and non-geometrical constants of motion are obtained.

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Geometrical Modeling for Hybrid 3-D Braided Composites (하이브리드 삼차원 브레이딩 복합재료의 기하학적 모델링)

  • 한문희;강태진;윤재륜
    • Proceedings of the Korean Society For Composite Materials Conference
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    • 2003.10a
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    • pp.67-70
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    • 2003
  • To develop an effective geometric modeling is essential in order that precise mechanical properties and the geometrical properties of the 3-D braided composites can be estimated. RVE(representative volume element) was adopted fur geometrical modeling. RVE consisted of IC(inner unit cell), ISUC(interior surface unit cell) and ESUC(exterior surface unit cell). The whole geometrical model fur hybrid 3-D braided composites was developed.

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Investigation on the Geometric Pattern of Domestic Golf Wear - Focusing on the $2002's\;{\sim}\;2006's$ - (국내 골프웨어에 활용된 기하학적 패턴 분석 - 2002년 S/S${\sim}$2006년 F/W -)

  • Im, Ji-Wan;Park, Meeg-Nee
    • Journal of the Korean Society of Costume
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    • v.57 no.8
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    • pp.75-88
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    • 2007
  • Nowadays, geometrical form expressed on costume is recognizing as a part of modeling art, at the same time is working to develop it. Also the geometrical form is affording the coinciding lifestyle and sensitivity of customers keeping their pace. As a result, our study is researching on the geometrical form that is used in the pattern, silhouette, and detail of the costume to show the texture in sense of touch and the effect of optical illusion used in variable designs, in order to present the expansion our capability of infinite development included in the study of costume. Specially, geometrical form included in sports wear is very effective since the geometrical form includes short and simple beauty as well as practical design. Thus, this study is wishing to know if satisfying the practical and psychological urge of present human beings may be applied to the golf wear market, which is a type of sport that geometrical form is sent in the fastest way in domestic market. Also we are urged to know what type of design technique is the geometrical form nowadays used and changed to discriminate the artificial commerce and improve the identity of such unique brand. The source of this thesis is wishing to investigate the specialization and the most effective geometrical shape and preference of each type in domestic golf wear goods that applied geometrical goods in $2002{\sim}2006$ and analyze its way of expression.

A Study on Formation of Void Space by Geometric Method and Environment-friendly Characteristics in Contemporary Housing (현대주거의 기하조작에 의한 보이드 공간의 생성과 친환경적 특성에 관한 연구)

  • Lee, Dong-Ki
    • Journal of the Korean housing association
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    • v.21 no.6
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    • pp.131-141
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    • 2010
  • This study is aimed to grasp the spatial characteristics exhibited in the modern housing architecture from the aspect of a geometrical manipulation, which transforms basic geometrical shapes and persue the formative diversity, to identify and verify the various characteristics of spatial structure in modern housing architecture. In this regard, this paper analyze and identify the influences of the void spaces that are created by geometrical manipulations on housing architecture, in terms of morphological and environmental aspects. Theoretical approaches define the concept of geometrical manipulation according to the characteristics of residence and examine the spatial features of void spaces. Additionally, case studies result in the classification of void spaces that are created by geometrical manipulation. Furthermore, to understand environment-friendly characteristics of the void space, the researcher elicited the factors that can affect environment friendly housing from previous studies, and analyzed their correlation between those factors and the void spaces that are classified.

Effect of Tool Approaching Path on the Shape of Cylindrical Hole in a Milling Process (공구접근 경로가 밀링 가공된 원통 구멍 형상에 미치는 영향)

  • Kim, Kwang-Hee
    • Journal of the Korean Society of Manufacturing Process Engineers
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    • v.3 no.4
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    • pp.50-55
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    • 2004
  • Because of the development in mold industries, the geometrical form accuracy of the milled surface is getting more and more important. It has been known that the geometrical form accuracy is affected by machine conditions, cutting conditions, tool conditions and tool path and so on. Among them, the tool approaching path causes the change in material removal per tooth at the end of each machining cycle. And, this change generates the geometrical form error around the region where the tool engages the workpiece initially. So, it is impossible to eliminate the geometrical error caused by the tool approaching path. Thus, characteristics of this geometrical error are studied analytically and experimentally to minimize this region.

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On the Definition of Geometrical Progression of the High school (등비수열의 정의에 대한 연구)

  • Lee, Min-Jung;Lee, Yang
    • The Mathematical Education
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    • v.51 no.3
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    • pp.211-221
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    • 2012
  • We discovered that definition of a Geometrical Progression(Sequence) have some differences in domestic textbooks & some foreign countries' books. This will be able to cause a chaos when students divide whether a sequence is a Geometrical Progression(Sequence) or not, and a question error when teachers compose questions about convergence conditions of Infinite Geometric progressions & series. We took a question investigation for students about definition of a Geometrical Progression(that is called G. P.), we discovered that high level students have an error about definition of a G. P.. So We modified expressions of terminology in domestic textbooks appropriately through a Geometrical Progression(Sequence), infinite series, & infinite geometrical series in some foreign countries' books.

A study for the real-time acquirement of cutting process control limit based on geometrical relations (기하학적 관계를 바탕으로 한 가공공정 관리한계의 실시간 획득에 관한 연구)

  • Hong, Jun-Hee
    • Journal of the Korean Society for Precision Engineering
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    • v.12 no.3
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    • pp.82-91
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    • 1995
  • The purpose of this research is to develop a new real-time process control system. In this paper, a theoretical method for acquiring the control limit of cutting process(cutting surface) according to the required value(geometric tolerance) based on geometrical relations was propsed. In particular, the three following points are amphasized. Firstly, the process control was based on the cutting process, and the control limit was determined from the analysis of geometrical relations. Secondly, AMGD(Actual Measured Geometrical Deviation) was used as a new substitute value in process analysis. Thirdly, fuzzy reasoning was introduced to get the control limit flexibility according to the variations in the required value and general consideration of each measurememnt items.

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Error analysis related to a learner's geometrical concept image in mathematical problem solving (학생이 지닌 기하적 심상과 문제해결과정에서의 오류)

  • Do, Jong-Hoon
    • Journal of the Korean School Mathematics Society
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    • v.9 no.2
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    • pp.195-208
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    • 2006
  • Among different geometrical representations of a mathematical concept, learners are likely to form their geometrical concept image of the given concept based on a specific one. A learner's image is not always in accord with the definition of a concept. This can induce his or her errors in mathematical problem solving. We need to analyse types of such errors and the cause of the errors. In this study, we analyse learners' geometrical concept images for geometrical concepts and errors related to such images. Furthermore we propose a theoretical framework for error analysis related to a learner's concept image for a general mathematical concept in mathematical problem solving.

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